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A fault confessed is half redressed : confessions and punishment

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Learning and Peer Effects

Verena Utikal

Research Paper Series

Thurgau Institute of Economics and Department of Economics at the University of Konstanz

No. 60 october 2010

A fault confessed is half redressed - Confessions and Punishment

Konstanzer Online-Publikations-System (KOPS) URN: http://nbn-resolving.de/urn:nbn:de:bsz:352-opus-125099

URL: http://kops.ub.uni-konstanz.de/volltexte/2010/12509/

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













 

             











              

              







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 





            

          











          

           





              

           

            

           

            



          

              

         





            













(4)



          



        



             

         

            

            











           





           





              





            



           



             





           





(5)

 

           

        

          









           



        

         



           



            

            

             



          



             



           









            





           

          

(6)

         

            

              

             

             



            







        





             

               



               

            



         

              



           

         



            







 

  



(7)



             





           













            

          

          





              

            









              



            

         







            





(8)

 



 

            

p=0.5

 

            







              

            





   









 

 

   





               

          

(9)



              









              

    









          





            



           

             



            



           



            





           



            

             



(10)



            

            



           

              

          



 





            





              

           

              



        

            











              

          

  

βi≥1/2





(11)





0<βi<1/2



           

            



           





           







               





           



             







            

         





         



βi=0

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